Simpsons 1/3 Rule C Program

What is Simpsons 1/3 Rule?

The Simpson’s 1/3rd rule is used in numerical integration. Integration is the process of measuring the area under a function plotted on a graph. The Simpson’s 1/3rd rule was developed by a mathematician named Thomas Simpson.

The Simpson’s 1/3rd integration method is primarily used for numerical approximation of definite integrals. This specifically means that Simpson’s integration rule is used in complex integration calculations.

It is a method to approximately calculate the definite integral. The Simpson’s theorem is used to find the area under a given curve. The Simpson’s method corresponds to the 3-point Newton-Cotes quadrature rule as well.

The Simpson’s integration method is a little time consuming compared to other methods in numerical analysis and is also a little difficult to implement computationally.

14 thoughts on “Simpsons 1/3 Rule C Program”

You may be thinking right. But, once in a bluemoon, someone may search for these kind of C programs. My main motive is to make Internet a resourceful place. I believe if any article is correct and holds some value, it should be there on the internet.

Why waste time? He’s not. For one thing, if you bothered to THINK, you’d have realized that by just reading the C code, you get the ALGORITHM that you can render in any language you choose. And it also happens that Pascal and C are the basis for a great many modern languages today. Not to mention C is still in use in embedded systems because of its speed and it’s ability in IO and operating system interfacing. A lot of drivers are written in C START THINKING!